Global Magnetosphere Real Event Analysis from Runs on Request     (VMR Tools)
Analysis of Run: CHIH-PING_WANG_030816_2 | |
Satellite Data Available |
Data-Model Comparison |
Model on Satellite Track |
Run information: |
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View standard CCMC run page. | ?? |
Event Date | | February 13, 2014 |
Start Time | | 2014/02/13 00:00 |
End Time | | 2014/02/15 00:00 |
Key Words | | prolonged N IMF |
Model | | SWMF |
Model Version | | v20140611 |
Validation Level | | 0 |
Coordinate System for Input | | GSM |
Coordinate System for Output | | GSM |
Dipole Tilt, in the X-Z Plane, at Start deg | | -17.73 |
Dipole Tilt, in Y-Z GSE plane, deg | | 29.19 |
Update Dipole Orientation with Time | | yes |
Inflow Boundary R_E | | 33 |
F10.7 | | 162.50000 |
Conductance Model | | auroral |
Corotation | | real |
Run Number | | CHIH-PING_WANG_030816_2 |
Minimum Dst Value | | -2 |
SW Source | | DSCOVR-realtime |
Diagnostic Indices | | YES, plot them |
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View interactive javascript plot of satellite positions during this run in a new window.
Satellite data B plot for THEMIS-C for time period of this run.
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)
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